英文摘要 |
There are two types of uncertainties in BOT projects: the imprecise prediction of transportation demand (information fuzziness) and the flexible requirements of related participants (intrinsic fuzziness). To incorporate the fuzziness, this paper employs fuzzy mathematical programming models to determine optimal annual royalty under various uncertain environments, based on the government's perspective and the requirements of the private institutions and financiers. Comparisons between different royalty collecting methods (uniform, two-staged, progressively increasing multi-staged and progressively decreasing multi-staged) are also conducted. To investigae the applicability of proposed models, a case study on a parking facility BOT project is conducted. The result shows that the annual optimal royalty scheme is the best royalty collection scheme, followed by progressively increasing multi-staged scheme. By comparing to the conventional deterministic royalty model, under the situation of intrinsic fuzziness, the annual royalty determined by fuzzy royalty model could be increased in some concession years; contrarily, under the situation of informational fuzziness, the annual royalty determined by fuzzy royalty model would be lowered in some concession years. |